Construction and diagonalization of the Hamiltonian matrix is the rate-limiting step in most low-energy electron – molecule collision calculations. Tennyson (1996) implemented a novel algorithm for Hamiltonian construction which took advantage of the structure of the wavefunction in such calculations. This algorithm is re-engineered to make use of modern computer architectures and the use of appropriate diagonalizers is considered. Test calculations demonstrate that significant speed-ups can be gained using multiple CPUs. This opens the way to calculations which consider higher collision energies, larger molecules and / or more target states. The methodology, which is implemented as part of the UK molecular R-matrix codes (UKRMol and UKRMol...
Abstract Petaflop architectures are currently being utilized efficiently to perform large scale comp...
We describe the UK computational implementation of the R-matrix method for the treatment of electron...
We have implemented a parallel divide-and-conquer method for semiempirical quantum mechanical calcul...
We present a computation method to accelerate the calculation of the Hamiltonian of a three-body tim...
Molecular electronic structure calculations involving unbound or scattering states occupy a small bu...
UKRmol+ is a new implementation of the time-independent UK R-matrix electron–molecule scattering cod...
This thesis, whose topic is quantum chemistry algorithms, is made in the context of the change in pa...
Even when using parametrized semiempirical methods, quantum chemical calculations on molecules conta...
Though most of the current knowledge of electron–molecule collisions derives from experiments, accur...
In the plasmas used in semiconductor fabrication, collisions between electrons and polyatomic molecu...
One of the most prominent aims in Computational Chemistry is the modeling of chemical reactions and ...
A parallel realization of the NDDO-WF technique for semi-empirical quantum-chemical calculations on ...
Quantum chemistry plays an important role in elucidating molecular geometries, electronic states, ...
Collisions of low energy electrons with molecules are important for understanding many aspects of th...
We report the results of intensive numerical calculations for four atomic H2+H2 energy transfer coll...
Abstract Petaflop architectures are currently being utilized efficiently to perform large scale comp...
We describe the UK computational implementation of the R-matrix method for the treatment of electron...
We have implemented a parallel divide-and-conquer method for semiempirical quantum mechanical calcul...
We present a computation method to accelerate the calculation of the Hamiltonian of a three-body tim...
Molecular electronic structure calculations involving unbound or scattering states occupy a small bu...
UKRmol+ is a new implementation of the time-independent UK R-matrix electron–molecule scattering cod...
This thesis, whose topic is quantum chemistry algorithms, is made in the context of the change in pa...
Even when using parametrized semiempirical methods, quantum chemical calculations on molecules conta...
Though most of the current knowledge of electron–molecule collisions derives from experiments, accur...
In the plasmas used in semiconductor fabrication, collisions between electrons and polyatomic molecu...
One of the most prominent aims in Computational Chemistry is the modeling of chemical reactions and ...
A parallel realization of the NDDO-WF technique for semi-empirical quantum-chemical calculations on ...
Quantum chemistry plays an important role in elucidating molecular geometries, electronic states, ...
Collisions of low energy electrons with molecules are important for understanding many aspects of th...
We report the results of intensive numerical calculations for four atomic H2+H2 energy transfer coll...
Abstract Petaflop architectures are currently being utilized efficiently to perform large scale comp...
We describe the UK computational implementation of the R-matrix method for the treatment of electron...
We have implemented a parallel divide-and-conquer method for semiempirical quantum mechanical calcul...